The algebraic screw pair, or A-pair, represents a new class of kinematic constraint that exploits the self-motions inherent to a specific configuration of Griffis-Duffy platform. Using the A-pair as a joint in a hybrid parallel-serial kinematic chain results in a sinusoidal coupling of rotation and translation between adjacent links. The resulting linkage is termed an A-chain. This paper reveals the dynamic equations of motion of a single A-pair and examines the impact of the inertial properties of the legs of the A-pair on the dynamics. A numerical example illustrates the impact of the leg effects from different perspectives and shows that while the gravity effects of the legs are significant, it may be possible to neglect the leg kinetic ...
This paper investigates the motion and constraint ruled surfaces of the Schatz linkage by examining ...
Constraint forces of the kinematic pair are the basis of the kinematics and dynamics analysis of mec...
Abstract: This paper presents a full analysis of the dynamic behavior of a six- degree-of-freedom St...
A new kinematic pair called an algebraic screw pair, or A-pair, is introduced that utilizes the self...
The algebraic screw pair, or A-pair, represents a new class of kinematic constraint that exploits th...
This paper presents a generalized exponential formula for Forward and Differential Kinematics of ope...
This book reviews the fundamentals of screw theory concerned with velocity analysis of rigid-bodies,...
This paper explores essence of geometric constraints induced reconfiguration of single-loop kinemati...
The article discusses approaches to solving problems of accurately determining strength in kinematic...
Abstract. Methods from algebra and algebraic geometry have been used in various ways to study linkag...
This report describes research done at the Artificial Intelligence Laboratory of the Massachusetts I...
After three decades of computational multibody system (MBS) dynamics, current research is centered a...
Cyclic mechanisms (cam, crank and others) are most vulnerable to the growth of dynamic (oscillatory)...
This paper investigates the mobility of a family of fully translational parallel manipulators based ...
Abstract The screw triangle has played an important role in modelling kinematic problems over the pa...
This paper investigates the motion and constraint ruled surfaces of the Schatz linkage by examining ...
Constraint forces of the kinematic pair are the basis of the kinematics and dynamics analysis of mec...
Abstract: This paper presents a full analysis of the dynamic behavior of a six- degree-of-freedom St...
A new kinematic pair called an algebraic screw pair, or A-pair, is introduced that utilizes the self...
The algebraic screw pair, or A-pair, represents a new class of kinematic constraint that exploits th...
This paper presents a generalized exponential formula for Forward and Differential Kinematics of ope...
This book reviews the fundamentals of screw theory concerned with velocity analysis of rigid-bodies,...
This paper explores essence of geometric constraints induced reconfiguration of single-loop kinemati...
The article discusses approaches to solving problems of accurately determining strength in kinematic...
Abstract. Methods from algebra and algebraic geometry have been used in various ways to study linkag...
This report describes research done at the Artificial Intelligence Laboratory of the Massachusetts I...
After three decades of computational multibody system (MBS) dynamics, current research is centered a...
Cyclic mechanisms (cam, crank and others) are most vulnerable to the growth of dynamic (oscillatory)...
This paper investigates the mobility of a family of fully translational parallel manipulators based ...
Abstract The screw triangle has played an important role in modelling kinematic problems over the pa...
This paper investigates the motion and constraint ruled surfaces of the Schatz linkage by examining ...
Constraint forces of the kinematic pair are the basis of the kinematics and dynamics analysis of mec...
Abstract: This paper presents a full analysis of the dynamic behavior of a six- degree-of-freedom St...